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Title

Response of Two-Temperature on the Energy Ratios at Elastic-Piezothermoelastic Interface

Year: 1400
COI: JR_JSMA-13-2_005
Language: EnglishView: 34
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Authors

R Kumar - Department of Mathematics, Kurukshetra University, Kurukshetra ۱۳۶۱۱۹, Haryana, India
P Sharma - Department of Mathematics, Kurukshetra University, Kurukshetra ۱۳۶۱۱۹, Haryana, India

Abstract:

In the present investigation the reflection and transmission phenomenon of plane waves between two half spaces elastic and orthotropic piezothermoelastic with two-temperature theory is discussed. A piezothermoelastic solid half space is assumed to be loaded with an elastic half space. Due to the phenomenon, four qausi waves are obtained; quasi longitudinal (qP) wave, quasi transverse (qS) wave, quasi thermal (qT) wave and electric potential wave (eP). It is found that the amplitude ratios of various reflected and refracted waves are functions of angle of incidence, frequency of incident wave and are influenced by the piezothermoelastic properties of media. The energy ratios are computed numerically using amplitude ratios for a particular model of graphite and cadmium selenide (CdSe). The variations of energy ratios with angle of incidence are shown graphically depicting the effect of two-temperature. The conservation of energy across the interface is justified. A particular case of interest is also deduced from the present investigation.  

Keywords:

Paper COI Code

This Paper COI Code is JR_JSMA-13-2_005. Also You can use the following address to link to this article. This link is permanent and is used as an article registration confirmation in the Civilica reference:

https://civilica.com/doc/1254665/

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If you want to refer to this Paper in your research work, you can simply use the following phrase in the resources section:
Kumar, R and Sharma, P,1400,Response of Two-Temperature on the Energy Ratios at Elastic-Piezothermoelastic Interface,https://civilica.com/doc/1254665

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  • Chen P. J., Gurtin M. E., Williams W. O., ۱۹۶۸, ...
  • Chen P. J., Gurtin M. E., Williams W. O., ۱۹۶۹, ...
  • Sharma K., Marin M., ۲۰۱۳, Effect of distinct conductive and ...
  • Kumar R., Vashishth A. K., Ghangas S., ۲۰۱۸, Waves in ...
  • Mindlin R.D., ۱۹۷۴, Equation of high frequency of thermopiezoelectric crystals ...
  • Nowacki W., ۱۹۷۸, Some general theorems of thermo-piezoelectricity, Journal of ...
  • Nowacki W., ۱۹۷۹, Foundation of Linear Piezoelectricity, Interactions in Elastic ...
  • Vashishth A.K., Sukhija H., ۲۰۱۴, Inhomogeneous waves at the boundary ...
  • Vashishth A.K., Sukhija H., ۲۰۱۵, Reflection and transmission of plane ...
  • Vashishth A.K., Sukhija H., ۲۰۱۷, Inhomogeneous waves in porous piezo-thermoelastic ...
  • Kumar R., Sharma P., ۲۰۱۷, Effect of fractional order on ...
  • Marin M., Ochsner A., ۲۰۱۷, An initial boundary value problem ...
  • Sharma M.D., ۲۰۱۸, Reflection–refraction of attenuated waves at the interface ...
  • Kumar R., Sharma P., ۲۰۲۰, Basic theorems and wave propagation ...
  • Bassiouny E., Youssef H. M., ۲۰۰۸, Two-temperature generalised thermopiezoelasticity of ...
  • Ezzat M.A., El-Karamany A.S., Awad E. S., ۲۰۱۰, On the ...
  • Tzou H. S., Bao Y., ۱۹۹۵, A theory on anisotropic ...
  • Bullen, K. E., ۱۹۶۳, An Introduction to the Theory of ...

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